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A New Logarithmic Normalization Method in Games Theory

机译:博弈论中一种新的对数归一化方法

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Multi-criteria decision making is used in many areas of human activities. Each alternative in multi-criteria decision making problem can be described by a set of criteria. Criteria can be qualitative and quantitative. They usually have different units of measurement and different optimization direction. The normalization aims at obtaining comparable scales of criteria values. The normalization of criteria values is not always needed, but it may be essential. In the new program LEVI 3.1 the following normalization methods arc possible: vector, linear scale, non-linear and new logarithmic techniques. Logarithmic normalization has never been used before. The present research is focused on introducing a new logarithmic method for decision making matrix normalization.
机译:多标准决策被用于人类活动的许多领域。多准则决策问题中的每个备选方案都可以由一组准则来描述。标准可以是定性和定量的。它们通常具有不同的度量单位和不同的优化方向。归一化旨在获得可比的标准值尺度。标准值的标准化并非总是需要的,但可能是必不可少的。在新程序LEVI 3.1中,可以使用以下归一化方法:矢量,线性标度,非线性和新对数技术。对数归一化从未使用过。本研究的重点是介绍一种用于决策矩阵归一化的新对数方法。

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